package 
{
	import org.papervision3d.core.*;
	import org.papervision3d.core.geom.*;
	import org.papervision3d.core.geom.renderables.Triangle3D;
	import org.papervision3d.core.geom.renderables.Vertex3D;
	import org.papervision3d.core.math.NumberUV;
	import org.papervision3d.core.proto.*;

	public class Keroro extends TriangleMesh3D
	{

		public var verts :Array;
		public var faceAr:Array;
		public var uvs :Array;

		private function v(x:Number,y:Number,z:Number):void
		{
			verts.push(new Vertex3D(x,y,z));
		}

		private function uv(u:Number,v:Number):void
		{
			uvs.push(new NumberUV(u,v));
		}

		private function f(vn0:int, vn1:int, vn2:int, uvn0:int, uvn1:int,uvn2:int):void
		{
			faceAr.push( new Triangle3D( this, [verts[vn0],verts[vn1],verts[vn2] ], null, [uvs[uvn0],uvs[uvn1],uvs[uvn2]] ) );
		}

		public function Keroro( material:MaterialObject3D=null, initObject:Object=null )
		{
			super( material, new Array(), new Array(), "" );
			verts = this.geometry.vertices;
			faceAr= this.geometry.faces;
			uvs   =new Array();
			v(1.08147e-006,149.736,52.1538);
			v(-1.42526e-005,146.535,-50.8493);
			v(-34.6012,150.232,-37.4807);
			v(-45.29,150.232,-1.47207);
			v(-30.7646,150.162,34.5348);
			v(6.91835e-006,196.764,64.1237);
			v(-1.01614e-005,216.828,-69.0528);
			v(-49.4595,216.559,-45.9979);
			v(-40.8368,197.661,48.1069);
			v(0.000505784,240.09,55.2103);
			v(0.000489223,248.798,-50.2656);
			v(-41.8786,245.615,-36.3275);
			v(-53.6182,242.352,0.186663);
			v(-42.0774,244.462,40.4063);
			v(-69.0048,132.575,0.186663);
			v(-73.6227,143.085,-40.8813);
			v(-85.3553,144.032,-4.57633);
			v(-71.1487,133.16,36.6812);
			v(-46.6003,175.579,-46.928);
			v(-1.47967e-005,165.785,-70.6882);
			v(-4.99483e-006,137.671,11.7014);
			v(-10.1996,138.049,-13.9991);
			v(-15.4212,137.916,-1.47206);
			v(-10.285,138.162,8.27828);
			v(-15.6333,111.914,-21.1133);
			v(-21.2779,117.699,0.488834);
			v(-17.3536,109.412,18.8582);
			v(-5.89511e-006,109.13,19.5175);
			v(-1.25006e-005,49.0739,9.85016);
			v(-1.73186e-005,66.4588,-31.9233);
			v(-22.961,68.1987,-22.8687);
			v(-35.1136,79.8478,8.00488);
			v(-27.5208,74.7307,24.2792);
			v(-7.08365e-006,75.9462,30.4762);
			v(-9.54295,53.4736,-11.6947);
			v(-14.7129,53.9734,9.41369);
			v(-6.83557,29.8256,-3.02399);
			v(-15.689,31.1984,-10.2828);
			v(-21.6933,28.5421,4.3148);
			v(-12.0801,26.9911,5.3455);
			v(-15.1757,27.3512,-10.1193);
			v(-3.85759,1.4255,-3.97361);
			v(-9.57775,0.326294,-17.8269);
			v(-13.7747,0.547119,0.0475171);
			v(-6.18756,1.2789,1.13081);
			v(-10.8298,5.56812,-9.16635);
			v(-16.0799,132.083,-8.38544);
			v(-16.9249,131.554,7.18195);
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			v(-60.0386,97.8874,-16.6988);
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			v(-65.2188,101.307,-27.3274);
			v(-66.0157,100.653,-23.5451);
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			v(-62.4198,108.997,-24.6238);
			v(-63.3831,104.369,-22.1832);
			v(-42.8846,257.267,0.186663);
			v(-1.27844e-005,112.297,-27.9049);
			v(14.7129,53.9734,9.41368);
			v(27.5208,74.7307,24.2792);
			v(49.4545,216.558,-45.9986);
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			v(34.6012,150.232,-37.4807);
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			v(66.0156,100.653,-23.5452);
			v(63.144,95.112,-22.9471);
			v(17.3536,109.412,18.8582);
			v(21.2779,117.699,0.488828);
			v(35.1136,79.8478,8.00487);
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			uv(0.58292,0.352084);
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			uv(0.01,0.873984);
			uv(0.0169948,0.794404);
			uv(0.208904,0.728684);
			uv(0.103923,0.7166);
			uv(0.01,0.714823);
			uv(0.648299,0.527994);
			uv(0.648522,0.542754);
			uv(0.643443,0.531824);
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			uv(0.888328,0.587846);
			uv(0.887823,0.567827);
			uv(0.890932,0.588434);
			uv(0.893653,0.153402);
			uv(0.893409,0.133379);
			uv(0.89599,0.132694);
			uv(0.756396,0.925386);
			uv(0.733777,0.921691);
			uv(0.82147,0.902558);
			uv(0.811068,0.925718);
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			uv(0.853271,0.415863);
			uv(0.907594,0.40981);
			uv(0.924396,0.427698);
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			uv(0.608884,0.989017);
			uv(0.572484,0.0193441);
			uv(0.57244,0.0412575);
			uv(0.786387,0.958033);
			uv(0.739714,0.972982);
			uv(0.733777,0.962539);
			uv(0.887864,0.523887);
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			uv(0.499106,0.184979);
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			uv(0.304617,0.50266);
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			uv(0.858595,0.902493);
			uv(0.662564,0.950725);
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			uv(0.741393,0.87942);
			uv(0.0982884,0.303539);
			uv(0.364131,0.719581);
			uv(0.164053,0.167026);
			uv(0.6033,0.746851);
			uv(0.656674,0.426679);
			f(33,28,35,41,37,38);
			f(35,32,33,38,39,41);
			f(18,19,6,105,5,24);
			f(6,7,18,24,104,105);
			f(18,7,130,7,23,124);
			f(4,3,130,228,125,124);
			f(130,8,4,124,126,228);
			f(0,4,8,120,9,14);
			f(8,5,0,14,112,120);
			f(7,6,10,104,24,216);
			f(10,11,7,216,217,104);
			f(15,16,14,6,8,11);
			f(14,16,17,11,8,12);
			f(9,5,8,294,112,14);
			f(8,13,9,14,293,294);
			f(83,11,10,337,338,16);
			f(83,67,11,10,17,15);
			f(83,13,67,10,18,17);
			f(83,9,13,10,95,18);
			f(7,11,129,13,19,340);
			f(12,13,129,20,21,340);
			f(15,7,129,6,13,340);
			f(16,129,17,8,340,12);
			f(3,2,18,125,229,7);
			f(19,18,2,5,105,218);
			f(2,1,19,218,219,5);
			f(2,21,87,2,3,0);
			f(87,1,2,0,1,2);
			f(3,22,21,4,25,3);
			f(21,2,3,3,2,4);
			f(23,22,3,27,25,4);
			f(3,4,23,4,26,27);
			f(20,23,4,30,27,26);
			f(4,0,20,26,28,30);
			f(24,68,87,98,139,33);
			f(87,21,24,33,97,98);
			f(21,46,24,34,43,45);
			f(61,62,63,80,86,88);
			f(27,26,23,63,100,47);
			f(23,20,27,47,49,63);
			f(31,30,24,48,53,45);
			f(24,25,31,45,46,48);
			f(31,25,26,48,46,56);
			f(26,32,31,56,61,48);
			f(33,32,26,41,39,100);
			f(26,27,33,100,63,41);
			f(43,44,41,247,248,245);
			f(41,42,43,245,246,247);
			f(35,31,32,254,48,61);
			f(28,105,34,64,99,40);
			f(34,35,28,40,42,64);
			f(37,36,34,55,58,44);
			f(34,30,37,44,50,55);
			f(38,37,30,255,256,53);
			f(30,31,38,53,48,255);
			f(38,31,35,213,210,211);
			f(35,39,38,211,212,213);
			f(36,39,35,54,57,51);
			f(35,34,36,51,52,54);
			f(36,37,40,58,55,315);
			f(37,38,40,256,255,257);
			f(45,41,36,316,317,58);
			f(36,40,45,58,315,316);
			f(45,40,38,259,257,255);
			f(38,43,45,255,258,259);
			f(43,38,39,215,213,212);
			f(39,44,43,212,214,215);
			f(41,44,39,62,318,57);
			f(39,36,41,57,54,62);
			f(43,42,45,258,260,259);
			f(45,42,41,59,60,65);
			f(25,24,46,46,45,43);
			f(21,22,46,34,261,43);
			f(60,61,63,85,87,89);
			f(22,23,47,276,277,278);
			f(23,26,47,47,100,101);
			f(47,26,25,262,56,46);
			f(49,48,46,68,70,29);
			f(46,22,49,29,66,68);
			f(49,22,47,280,276,278);
			f(47,50,49,278,279,280);
			f(47,25,50,36,67,77);
			f(25,46,48,35,132,133);
			f(52,51,48,319,320,70);
			f(48,49,52,70,68,319);
			f(52,49,50,75,69,71);
			f(50,53,52,71,73,75);
			f(53,50,25,322,77,67);
			f(25,54,53,67,321,322);
			f(51,54,25,135,136,35);
			f(25,48,51,35,133,135);
			f(51,52,55,74,81,323);
			f(54,51,55,72,76,78);
			f(57,56,55,324,325,323);
			f(55,52,57,323,81,324);
			f(57,52,53,282,90,94);
			f(53,58,57,94,281,282);
			f(58,53,54,138,82,84);
			f(54,59,58,84,137,138);
			f(59,54,55,83,72,78);
			f(55,56,59,78,79,83);
			f(57,58,66,282,281,283);
			f(62,58,59,86,281,284);
			f(59,63,62,284,88,86);
			f(60,63,59,85,89,91);
			f(59,56,60,91,92,85);
			f(56,57,64,92,306,307);
			f(60,65,66,298,299,300);
			f(64,65,60,307,308,85);
			f(60,56,64,85,92,307);
			f(66,58,62,283,281,86);
			f(62,61,66,86,80,283);
			f(66,61,60,93,130,131);
			f(66,65,64,283,285,286);
			f(64,57,66,286,282,283);
			f(13,12,67,18,96,17);
			f(67,12,11,17,96,15);
			f(34,105,29,40,99,161);
			f(29,30,34,161,162,40);
			f(29,68,24,241,139,98);
			f(24,30,29,98,140,241);
			f(33,70,69,41,102,103);
			f(69,28,33,103,37,41);
			f(72,71,6,220,221,24);
			f(6,19,72,24,5,220);
			f(72,73,71,107,108,230);
			f(76,75,73,232,233,108);
			f(73,74,76,108,231,232);
			f(0,5,75,120,112,296);
			f(75,76,0,296,295,120);
			f(71,77,10,221,222,216);
			f(10,6,71,216,24,221);
			f(78,80,79,106,110,115);
			f(80,81,79,110,116,115);
			f(9,82,75,294,297,296);
			f(75,5,9,296,112,294);
			f(83,10,77,337,16,339);
			f(83,77,84,10,114,121);
			f(83,84,82,10,121,122);
			f(83,82,9,10,122,95);
			f(85,77,131,118,119,342);
			f(131,75,82,342,127,128);
			f(75,131,81,127,342,116);
			f(72,132,74,107,343,231);
			f(74,73,72,231,108,107);
			f(19,1,86,5,219,223);
			f(86,72,19,223,220,5);
			f(86,1,87,32,1,0);
			f(87,88,86,0,31,32);
			f(88,89,74,31,109,111);
			f(88,74,132,31,111,344);
			f(88,132,86,31,344,32);
			f(90,76,74,113,129,111);
			f(74,89,90,111,109,113);
			f(20,0,76,30,28,129);
			f(76,90,20,129,113,30);
			f(91,88,87,242,243,33);
			f(87,68,91,33,139,242);
			f(88,91,92,142,149,150);
			f(93,95,94,143,144,145);
			f(27,20,90,63,49,146);
			f(90,96,27,146,147,63);
			f(98,97,91,154,157,149);
			f(91,99,98,149,153,154);
			f(98,70,96,154,159,167);
			f(96,97,98,167,157,154);
			f(33,27,96,41,63,147);
			f(96,70,33,147,102,41);
			f(102,101,100,226,227,224);
			f(100,103,102,224,225,226);
			f(69,70,98,263,159,154);
			f(28,69,104,64,198,163);
			f(104,105,28,163,99,64);
			f(106,99,104,165,171,160);
			f(104,107,106,160,164,165);
			f(108,98,99,265,154,153);
			f(99,106,108,153,264,265);
			f(108,109,69,236,237,238);
			f(69,98,108,238,235,236);
			f(107,104,69,168,169,158);
			f(69,109,107,158,166,168);
			f(107,110,106,164,326,165);
			f(106,110,108,264,266,265);
			f(111,110,107,328,326,164);
			f(107,100,111,164,327,328);
			f(111,102,108,267,268,265);
			f(108,110,111,265,266,267);
			f(102,103,109,239,240,237);
			f(109,108,102,237,236,239);
			f(100,107,109,329,168,166);
			f(109,103,100,166,170,329);
			f(102,111,101,268,267,269);
			f(111,100,101,155,156,172);
			f(97,92,91,157,150,149);
			f(88,92,89,142,150,270);
			f(112,95,93,173,174,175);
			f(89,113,90,249,250,251);
			f(90,113,96,146,152,147);
			f(113,97,96,271,157,167);
			f(114,89,92,177,178,134);
			f(92,115,114,134,141,177);
			f(114,116,113,252,253,250);
			f(113,89,114,250,249,252);
			f(113,116,97,151,176,185);
			f(97,115,92,148,309,310);
			f(117,114,115,331,177,141);
			f(115,118,117,141,330,331);
			f(117,119,116,180,183,184);
			f(116,114,117,184,179,180);
			f(119,120,97,332,333,185);
			f(97,116,119,185,176,332);
			f(118,115,97,312,309,148);
			f(97,120,118,148,311,312);
			f(118,121,117,181,188,334);
			f(120,121,118,182,186,187);
			f(122,117,121,336,334,188);
			f(121,123,122,188,335,336);
			f(122,124,119,194,287,288);
			f(119,117,122,288,191,194);
			f(124,125,120,192,313,314);
			f(120,119,124,314,190,192);
			f(125,123,121,189,193,186);
			f(121,120,125,186,182,189);
			f(122,126,124,194,289,287);
			f(94,95,125,145,144,290);
			f(125,124,94,290,287,145);
			f(112,123,125,173,196,195);
			f(125,95,112,195,174,173);
			f(123,127,122,196,303,304);
			f(112,126,128,272,273,274);
			f(127,123,112,303,196,173);
			f(112,128,127,173,305,303);
			f(126,93,94,289,143,145);
			f(94,124,126,145,287,289);
			f(126,112,93,197,301,302);
			f(126,122,127,289,194,292);
			f(127,128,126,292,291,289);
			f(82,84,85,122,121,123);
			f(84,77,85,121,114,123);
			f(104,99,29,163,275,161);
			f(29,105,104,161,99,163);
			f(29,99,91,241,244,242);
			f(91,68,29,242,139,241);
			f(77,71,131,119,117,342);
			f(11,12,129,19,20,340);
			f(82,85,131,128,118,342);
			f(13,8,129,21,22,340);
			f(8,130,14,208,341,207);
			f(14,17,8,207,209,208);
			f(73,80,78,199,200,201);
			f(78,71,73,201,202,199);
			f(75,81,80,203,204,200);
			f(80,73,75,200,199,203);
			f(130,7,15,341,205,206);
			f(15,14,130,206,207,341);
			f(131,71,78,342,117,106);
			f(129,8,17,340,22,12);
			f(129,16,15,340,8,6);
			f(131,78,79,342,106,115);
			f(79,81,131,115,116,342);
			f(72,86,132,107,234,343);
			f(18,130,3,7,124,125);

			this.geometry.ready = true;
		}

	}

}